the gravitational forces.
Answer:As mass increases the gravitational force increases.Also, as the nearness of the objects increases the gravitational force increases, but this is usually thought of as the distance between the objects decreasing
It increases as the current increases.
The magnituide of the gravitational force between two objects will increase if -- the mass of one or both objects increases OR -- the distance between their centers-of-mass decreases.
Gravitational potential energy is equal to weight x height; this is equal to mass x gravity x height. Increase any of these three quantities, and you have more potential energy.
As you get further away from Earth, the gravitational forces between you and Earth decrease. But the gravitational forces between you and something else might increase, like between you and the moon, or between you and the sun.
because the forces creating the friction are rub faster(harder).
Wrong. When the mass of either or both objects increases, then the forces of gravitational attraction between them also increase.
It increases as the current increases.
As the mass of our body increases, the mutual gravitational forces between us and the Earth increase, directly in proportion to the product of the masses. Others may call it "putting on weight", but we like the other description better.
If the mass increases then the gravitational force will also correspondily increase as gravity is directly proportional to the mass of the object
As mass increases.
It increases
It Will increase
Increase in temperature is due to increase in: A) Translational K.E B) Rotational K.E C) Gravitational K.E D) Vibrational K.E
The magnituide of the gravitational force between two objects will increase if -- the mass of one or both objects increases OR -- the distance between their centers-of-mass decreases.
As mass increases Surfaces area increase so the gravitational force increase so the friction increase...............
Gravitational potential energy is equal to weight x height; this is equal to mass x gravity x height. Increase any of these three quantities, and you have more potential energy.
Since gravitational forces between two masses are proportional to m1 & m2, a 300x increase in planetary mass would INCREASE the gravitational force on an object by the same factor: 300x compared to earth. Since gravitational forces are also proportional to 1/(radius squared), a 10x increase in planetary radius would DECREASE the gravitational force by a factor of 100x (10 squared), at the planet's surface. So an object on such a planet would experience gravitational forces 3x greater than those on earth. Since gravitational forces between two masses are proportional to m1 & m2, a 300x increase in planetary mass would INCREASE the gravitational force on an object by the same factor: 300x compared to earth. Since gravitational forces are also proportional to 1/(radius squared), a 10x increase in planetary radius would DECREASE the gravitational force by a factor of 100x (10 squared), at the planet's surface. So an object on such a planet would experience gravitational forces 3x greater than those on earth.